It's a Question of your Career!

Correct Answer: 3

Solution : The correct improvement for the sentence is: I took some grapes for my mother.

Explanation: It reorders the sentence to make it more clear and idiomatic. When expressing that you brought something for someone, it's common to place the recipient ("my mother" in this case)

Correct Answer: 64 – 32

Solution : Let's check each option –
First option: 51 – 25
51 + 25 = 76; 19 × 4 = 76; The sum of the pair is the multiple of 19.
Second option: 50 – 7
50 + 7 = 57; 19 × 3

Correct Answer: garner

Solution : The correct choice is the fourth option.

Explanation:

The sentence discusses the politician's perspective on the use of vulgar language in the context of gaining votes. The most appropriate verb to fill in the blank is garner, which means to gather or

Correct Answer: Magnanimous

Solution : The one-word substitute for the given group of words is the fourth option.

Magnanimous is a word that encompasses the qualities of being kind, generous, and forgiving, especially in a noble and generous manner.

The meanings of the other options are as follows:

• Magnificent means

Correct Answer: 3, 1, 4, 2

Solution : Given:
1. Garbage 2. Garrulous 3. Gabber 4. Garble

Step 1: Compare the first and the second letter of each word. Since all the words start with the same letter G and are followed by a, move on to the next

Correct Answer: Nest

Solution : Given:
Bricks : House :: Twigs : ?

The second term is made of the first term –
Like in, Bricks : House → Bricks are used to build houses.
Similarly,  Twigs : ? → Twigs a slender woody shoots growing from a branch or

Correct Answer: opposed

Solution : The second option is the correct answer.

In this sentence, the word "opposed" is used as the past participle of the verb "oppose" indicating an action taken by many members of the house. This construction is in the passive voice, where "was opposed" functions as

Correct Answer: Brahmo Samaj

Solution : The correct answer is Brahmo Samaj.

The Brahmo Sabha, subsequently known as the Brahmo Samaj, was established by Raja Ram Mohan Roy.

He was recognised as the "Father of Modern India" and the "Father of the Bengal Renaissance".He made significant contributions as a

Correct Answer:

Solution : Both tigers and elephants belong to the animal kingdom. So, the circle representing tigers and elephants will lie inside the circle representing animals.
Also, no tiger is an elephant and no elephant is a tiger. So, there is no overlap between them.
The Venn diagram is

Correct Answer: $6 \times 10^{–7}$

Solution : Given: The values of $A=\frac{\sqrt{0.0004} \times \sqrt[3]{0.000008}}{\sqrt[4]{16000} \times \sqrt[3]{125000} \times \sqrt[4]{810}}$ and $B=\frac{\sqrt[3]{0.729} \times \sqrt[4]{0.0016}}{\sqrt{0.16}}$.
$A=\frac{\sqrt{0.0004} \times \sqrt[3]{0.000008}}{\sqrt[4]{16000} \times \sqrt[3]{125000} \times \sqrt[4]{810}}=\frac{\sqrt{(0.02)^2}\times\sqrt[3]{(0.02)^3}}{\sqrt[4]{2^4\times10^3}\times\sqrt[3]{(50)^3}\times{\sqrt[4]{3^4\times10}}}$
$=\frac{{0.02} \times {0.02}}{(2\times50\times3)\times{\sqrt[4]{(10)^3}}\times{\sqrt[4]{10}}}=\frac{{0.02} \times {0.02}}{300\times{{\sqrt[4]{(10)^3\times10}}}}$
⇒ $A=\frac{{0.02} \times {0.02}}{300\times10}=\frac{0.0004}{3000}$
$B=\frac{\sqrt[3]{0.729} \times \sqrt[4]{0.0016}}{\sqrt{0.16}}=\frac{\sqrt[3]{(0.9)^3} \times \sqrt[4]{(0.2)^4}}{\sqrt{(0.4)^2}}$
⇒ $B= \frac{0.9\times 0.2}{0.4}=\frac{0.9}{0.2}$
The value of